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  <description> <title-info><genre>teoriya_gosudarstva_prava</genre><genre>politika_i_vlast</genre><genre>gosudarstvennoe_i_munitsipalnoe_upravlenie</genre><author><first-name>Сергей</first-name><last-name>Каледин</last-name></author><book-title>Система местного управления в Королевстве Нидерланды</book-title><annotation><p>Вниманию читателя представлен материал (лекция) для специальности Экономика и финансы дисциплины Государственное и муниципальное управление в зарубежных странах. Предложенная информация, несомненно, поможет преподавателю качественно изложить заявленную тему, а на семинарских занятиях и контрольных мероприятиях проверять остаточные знания, оценивать знания у аудитории по изученному предмету и проводить аттестацию. Для слушателей и студентов  закрепить освоенный материал, подготовиться к тестовым испытаниям, промежуточным и итоговым мероприятиям. Работа будет интересна профессорско-преподавательскому составу высших учебных заведений, студентам, специалистам, широкому кругу читателей. </p></annotation><keywords/><date value="2026-03-03">2026-03-03</date><coverpage><image l:href="#cover.jpg"/></coverpage><lang>ru</lang></title-info><document-info><author><nickname>Сергей Каледин</nickname></author><program-used>calibre 6.13.0</program-used> <date value="2026-03-03">2026-03-03</date><src-url>https://litres.ru/73475071</src-url><id>4a3bcca4-9daf-4e99-aa69-e7cab09cd592</id><version>1.0</version></document-info><publish-info><publisher>SelfPub</publisher><year>2026</year></publish-info><custom-info info-type="employee-list">Каледин С.; худ. Никифорова Е.</custom-info><custom-info info-type="fb3d:fb3-description/fb3d:fb3-classification/fb3d:bbk">65.29</custom-info><custom-info info-type="fb3d:fb3-description/fb3d:fb3-classification/fb3d:udc">351/354</custom-info><custom-info info-type="fb3d:fb3-description/fb3d:fb3-classification/fb3d:author-sign">К17</custom-info></description>
  <body>
    <title>
    <p>Сергей Каледин</p>
    <p>Система местного управления в Королевстве Нидерланды</p>
</title>
    <section><p><strong>План</strong></p>
<p>1. Общие положения</p>
<p>2. Структура организации местного управления</p>
<p>3. Руководящие органы местного управления</p>
<p>4. Контроль за деятельностью местных органов управления</p>
<p>5. Реформы публичного управления</p>
</section>
    <section><title><p>1. Общие положения</p>
</title><p>Превратившись на рубеже XVIII-XIX вв. из конфедерации в унитарную монархию, Королевство Нидерланды сочетает и сегодня формальный унитаризм с значительной фактической децентрализацией. Как и во многих других европейских странах, на рубеже веков в Нидерландах планируются и осуществляются реформы – лишь начатые на сегодняшний день – организации местного управления.</p>
</section>
    <section><title><p>2. Структура организации местного управления</p>
</title><p>Нижний уровень организации местного управления – община (gemeente). В каждой общине избирается совет, на основе пропорциональной системы. Совет избирает коллегиальный орган исполнительной власти (из своего состава) – коллегию бургомистра и эшевенов. Формально совет избирает лишь эшевенов: бургомистр назначается центральным правительством. Однако назначение происходит после согласования с советом общины и с королевским комиссаром в провинции; кандидатуры, предложенные советом, как правило утверждаются. Несмотря на невыборный характер должности, бургомистр является только органом общины, ни в коей мере не представляя государственную власть. Он председательствует на заседаниях совета и коллегии, является полноправным членом коллегии (но не совета) и имеет собственные полномочия по охране общественного порядка и противопожарной охране. Коллегия является действительно коллегиальным органом: все решения принимаются совместно и ее членам может быть делегировано лишь право принятия отдельного решения по конкретному вопросу.</p>
</section>
    <section><title><p>3. Руководящие органы местного управления</p>
</title><p>Во главе каждой из 12 нидерландских провинций находятся провинциальные штаты – представительный орган, избираемый населением. Штаты формируют из своего состава коллегиальный постоянный орган управления – депутатские штаты или постоянную депутацию, которые воспроизводят характеристики муниципальных органов. Во главе депутации стоит королевский комиссар, назначаемый правительством из кандидатов, представленный провинциальными штатами. Комиссар председательствует на заседаниях депутации и – без права голоса – провинциальных штатов. Он является одновременно органом провинции и представителем государственной власти, однако его функции в качестве последнего ограничиваются высказыванием мнения при назначении бургомистров и комиссаров полиции, а также координационными полномочиями в чрезвычайных ситуациях. В остальном королевский комиссар действует в рамках полномочий провинции.</p>
<p>Местные сообщества в Нидерландах выступают в большей степени как агенты государства, чем как самостоятельные центры управления. Два типа полномочий голландских сообществ – самостоятельные и совместные – весьма рознятся по объему: большая часть деятельности проходит в рамках совместных полномочий, т.е. переданных в обязательном порядке государством и им же регулируемых и модифицируемых. Совместные полномочия являются фактически и обязательными, и делегированными. За счет этого количество органов прямого государственного управления крайне незначительно.</p>
</section>
    <section><title><p>4. Контроль за деятельностью местных органов управления</p>
</title><p>Контроль за деятельностью местных органов управления отличается в Нидерландах крайним разнообразием. Среди субъектов контроля и органов, полномочных регулировать нарушения присутствуют: Корона (аннулирование незаконных актов, изменение ставки налога), министр внутренних дел (регулирование провинциального бюджета, принятого с дефицитом), провинциальные штаты (регулирование бюджета общин, принятого с дефицитом) и т.д. Несмотря на множество субъектов контроля, прослеживается характерная для германской системы последовательная иерархия: Корона – министр внутренних дел – провинциальные штаты – общины, где каждый вышестоящий уровень контролирует нижестоящий.</p>
</section>
    <section><title><p>5. Реформы публичного управления</p>
</title><p>Развитие межмуниципального сотрудничества в 90-е годы рассматривается как один из приоритетов реформы публичного управления. Два связанных направления имеют особое значение. Во-первых, законом о реформе местного управления 1994 г. семи крупнейшим городским агломерациям, состоящим из большого числа общин, предписано сформировать органы сотрудничества для решения общих задач в масштабах агломерации в целом. Во-вторых, перспективным представляется пример Роттердама, который в настоящий момент трансформируется в двух направлениях: община Роттердам дробится на ряд мелких самостоятельных общин, более управляемых, и одновременно все общины агломерации (в т.ч. не входившие в старую общину Роттердам) формируют новую, тринадцатую провинцию, которая также будет называться Роттердам.</p></section><section id="litres_trial_promo">
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Y5Hmt/OsxiCeK9d1X4La3eX800cmQzFu1VP+FHa8CDuB49RQSN+Drbb99vrX0hEB5KfSvJPh/8NtS8N3byXTZBNetIu1QoOcUAmONY/ie0F7oc0O3IINbFVr8FrNx0FA7o+PfElnHYaxNbgYIY1kEYwfU10vjhV/4TC7XHQtzXNYO0Z9aCT6D+DP8Aq1/3DXsA7V4/8GfuD/cNewjtQUhO5rhPiUR/wj82euw13Z6muD+JIJ0GUBSzFTgAUDPlmPofqa1/CYb/AISiy3DPzcVSttLvLicxRwSZ3Y+6a9Z8AfDW9W7jvroEbSCARQI91skP2VP90fyqwSpYChR5aKoHQAYpkskKKWd1Uj/aoAczYBBwFwea+XviTfJNq8kKy7tjH8K9a8c/EOz0u1eCOQGTBGQa+cNSu/t15LcMT+8Oc0AVSMbRn7xr3/4TeE1t4hqDj/WAY4rwqxtGvrmKJR/F1r628D2Qs/C1pGwywHWgDoivTB6Uufl6UgGCT60YPHNMDzP4uXoi0iW3zgslfNONzccEHk17X8c794dTihH3WQZrxUtxgDr3pAdL4Bljj8W2sj42iQcmvrW0nWa3R4yCvsa+KoLiWzeOWE4ZWzkV6x4U+LQ0i0SPUHLrnj60CufQpIzg1Wv5lgtJHZgoCmvNG+OOhBR8uT+Ncl4u+LsWr2RttMYrKTk/SgLnpPgmZJdQv5BtAMh5zXnHxd8WN/abaUjcDng1wFj461vThIlvcsC7ZJrH1TU7nVrw3N05eU9zQFynnLuxGSa6n4e5/wCEohGO1csDxXU/D/J8VwHPGOlAXPrCwH+gQ/7tWTVewP8AoMP+6KsGgZXvB/oM3+4f5V8nePn2630zya+s7v8A48pv9w18mePV/wCJ7+JoA5bpNwcZr2X4Q+Jkss6dPNuaUjaCa8ZJHQjJ9at2F9Lp13HdW7FZY+hzQK59AfHJwfDMQcDae4r51TYqryWLdD6V0Gs+NdY8QQLb6hcGSJRgKa58DYQB0oC57t8GP4K9tNeJfBrho69sJwDQUIOlcb8RADoVwD02V2R4x71xvxC3NotwApYBOcCgD5SfDXMgHTeau+HAv/CR2K4zmakTTLu5u5FigkHznHymvTPAnw3uTdQXlwD8jbuRQI950gBdLhA/55ir3HGeuKigj8u2RF4woFOkljReXUN7mgB+STk8AGvmf4sX0U2vTxhwdrGvVfHHxBtNEtjEJAZR/dOa+cda1I6zqUl3yQ5JOaAZnjcDwMhhivpH4TaCtposN4iDe6jNeC+HLRb7W4bd/uHAr6w8LWa2OjQwxj5VUCmCNtgSOOKBjbz2o5z14oPKketIDwX443jLdQojcFK8VUsQq+1fRnxE+HWp+K7yOS2fakYx25rhj8D9dOHWTleMcUwPPNJyuow7TzmvqzwIW/4R5CTk8V5Bp3wU122vEmkkGFPqK9s8MaXPpGnC2n5PHNAzZIYmlYkKQRmlP1pCQRQB4D8Z9NhtWFwkYBl5rxohti4HJr3v49ADTrIjg4PFeCAvnPZf1oMx1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACd6ns/9cKg71PZ/64VlV+E9HLf4qOoi+4v0p460yL7i/SnjrXg1PiP1bBfwUB60opD1pRW+F+NGeZfwWXE/1a/SnU1P9Wv0p1ff4D4Efhud/wAZi0UUV6S2PB6ozNY/1tn/ANdk/nX1HoP/ACA7P/rmK+XNY/1tn/12T+dfUeg/8gOz/wCuYr5nMPiPosF8Jp0UUV553iGvBvjz/wAfNn+Ne8mvBvjz/wAfNn+NBJ4rRRRTJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigQUnf8AClPFIOcn2oKR7/8ABP8A5Bj/AO9Xsp/pXjPwTb/iWP8A71ey5yfwpFjV6NWB4qfOjzA/3DXQAYB+tYHiwAaPN7IaCWfI+qJIdYvPL6+ZnFQ293JbTieFSkiHqDU+qD/ibXfoXqoBgn5eDQI+hfhR40Op262t2+ZOgJNetgYZvQ18geDtXm0vXbfY22IsMivrLTL5L6yjmQ5AAz70FJlwZ28cEVg+K/DsOv6ZJbso3Fc5xXQkDGKjKldo6n1oBnxz4g0efSdWngkQhUbgmsZute9/GHww1wi3NsoXGS5A614KflYqeoODQS0A+7XYfDIf8VtZ/wC9XIEHcQOfeut+GrqnjG0kJ6P0oBH1ko+UfQU6o4mDxow5BFSE4oKRDd82cv8Au18pfEXjWpP9819WXZzZy/7tfKvxFDDWnJX+M0wkcco+Yn/ZoJzS8ByP9mk6NigzJbQH7bD/AL4r7G8Lf8i3Yf8AXFf5V8dWuftkOOfnFfYfhg48Naf7xKP0oLNk9KB16dqG649qBSKPJfi4P+JZISK+di2V/Gvd/jDqeFe0zyRnNeD44HvzTIO1+FYP/CfWv+4f519XnrXyj8KufH1t7IRX1cetA0L2rnPGP/IJl/65tXRVznjE/wDEpk/65tSGfJOp/wDISm/3jVY1Z1P/AJCU3+8arfw7utBLG85Fe/8AwdnYpDFngA14ECMAnivoD4PWkkdtDcEcMDxQJHsR6/SlHWmnheT1oB4JpmhjeLB/xTF//wBc6+Op8C5f/rsf519heMJRH4Yvh1Jjr47uMm7b/rqf50iT7B8FDHhSy/3B/Kt9a5/wWQfCliFOfkGfbiuh+6KBoWvE/jN92T/cr2sHNeKfGUMUlO3jZQM8G7inGkx0NK3DY9s0zJiCvoD4C8aPc/8AXQ14ABlN/wCle/fAYk6LctjGJDxSKR7GeufalHWj7yg+1JnAyBntQWYXi0Z0aX6V8kaxxrV4P+mhr6p8eXos9AkkdupxivlLUXMuoXMwGQzk0EMrUsbYLA0h4jDDlj/DR1AJ4I6imIROWIr174G2sh1G6Lqdu4YNeSxAtIHK4AYCvpf4VaQljpMdxgEzLuzigCp8W7xE0ea13cntXzgD83516z8Y9UY68bcNhWzXki/eFAHTeBR/xVNr9TX1npf/ACDYf92vk3wJ/wAjTa/U19ZaX/yDYfpQVEuVU1P/AJBlx/uGrdVNT5024H+waQ2fG+t/8h66/wCuh/nWf0ZT71f1zjW7tvSQ/wA6z84Zc96BHufwNQSWtw3p/jXt6nKivC/gZN5UVxGe/wDjXugxtoGhaoatff2fZtOOSo6VezVDWoWm02UDGNp7UDPHNQ+N91Z388C2e8JkDnFUk+PV4Wy1gQfTdXmXidGi8S3K44LkfrWS+0E4HIpks9k/4X1fb8f2dkf7wpW+O94rf8eGM9t1eNfKw5yKQjaeAcUCPZv+F8Xn/Pl/49UE/wAdrqVTCbUru968iAyOKFbBK4APqaQjQ1rVG1jV5bxl2781nAYUDOeaGDnAJ49aU7eNvrzQM+gvgz9wf7hr2EdK8d+DJ+UD/YNewjrQUhF+8ao6jJYRxk3zKI/9oVfxya4P4lFv7AlwxB2nkGgbLY1TwWkuFmtw2ewre07UtLuRtsZ0YDqBXxj5zrI0iySBy3Uua6vw3431DS7yENMTGOtAkfWciqQQeM964jxD4dvbzd5F0wznpW14T8RR+IdIiukIJI5Fb2FDHjmgZ8r+KPB2t2t07yRyTJnrXFSJ5Uhjl4Yfw+lfa13YQXkLRyRoQw9K8A+J/gW10phe2kRDSk7qBM888MFxrMWBld1fWvhvP9iwZ6Yr5F0K5FpqCM5xhq+tPCNwLjw5bSDuKBLc3KQ5yMfjS98UjZ2HFA2fPfx8kH9u28eOqLXkRwmFPQjivf8A4zaOt0pvtm4xoOa8AGCct69PSglhz0PQ00RKpznn0pT/AKz72R6Ur/K+R3piG87854pSw35HpTiSBgkCkyQOR+NACL1zQfvUAhuvy0oBPbj1oAB9011Pw+/5GmD6VypO1a6r4ejPieA+1AH1hYf8eMP+6KsnrVawP+gw/wC7Vk0i0Q3f/HlN/uGvk3x9/wAhv8TX1jdn/QpR/sGvk7x/xruPc0CkcsBxTTnOKM04cHJFMkRuBQvSkIyc5pfSgD3b4N/ejr2w968T+DXJjNe2HnOKRSE6dap301jHEz3e3YBzuq4cHFcb8QsjQrnaSMp2oKE/tPwSku4zW6vn0rf03UNMuWP2GeNo8dFFfG0rubmTdJITuIHzHiuj8PeNNR0S5hCznyQ3zZ9KCT61O18g8CuP8Q+H7u/EohuWRSO1aHgnxGviPRluNw3ZxiujwCCSvQ0FHy54p8H65a3DNskniH8Rrhp4JIJCsgKEdq+17qygvITDLErIw54rwj4qeB7fT/8AS7KPAJ5FBLPPfBJz4mgB9R/OvrTScDTo/pXyP4SkEHiaEnsRn86+tNElWfS4nXpgUDRo0h6GlzzigjigbPMPHfxKn8J3ccMdvlCPWuQb483WDstcn61J8btPLXUci/dUZNeLDAkBAwGGaCT2YfHe9YfLYk/8CpF+PF8M79OP/fdeNHr8vFBCt1z+dMVz2QfHu7/58T/31S/8L8usf8eP/j1eN4GMgcUgAOMGgLnaeNfiLL40toY5ITGErjCpXIU5zS7/ADZGUEED0GKQfKN44I7UCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBO9T2f+uFQd6ns/wDXCsqvwno5b/FR1EX3F+lPHWmRfcX6U8da8Gp8R+rYL+CgPWlFIetKK3wvxozzL+Cy4n+rX6U6mp/q1+lOr7/AfAj8Nzv+MxaKKK9JbHg9UZmsf62z/wCuyfzr6j0H/kB2f/XMV8uax/rbP/rsn86+o9B/5Adn/wBcxXzOYfEfRYL4TTooorzzvENeDfHn/j5s/wAa95NeDfHn/j5s/wAaCTxWiiimSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFHGBzz6UCEbpQxwh+lKeDjHJpuOSCe1BSPf8A4IDOkP6769l/iH0rxv4HjOjyt0w/Q17ICG59qRSYmev1rnvFyk6RP/umuh6Z796xPE8DzaNOV/unigR8h6pk6pcqP79VQxHFX9cge21e4VwQS55xVDPoMmgloVS4cOrbSOQa+j/hBrYvdEjglm3SY6Zr5tPPyt09K9F+FOp/YvESRGQiM8YzQNH08By2elGcp71HA/mxKwYEY5PrT/4cDrQUjK8SWC6joc8TIC5XivkvxFpLaJqU8coxluK+yXAZQHIx3rxH4veExLO1+iYjx6UAzwxwyKjoc7q2fDGoDSNZhuH4wwrIAZWMaqWKnikBZwdxG4ng+lAj7M8O3yX+jwzIc5XNahrxf4S+Mo5VXTZpcFAByetezKwdQy/doGhJl3QOPUV80/F21+y6wq4xuOa+msrjBPWvEPjXoFzd3Ed9DGRGgGeOtMGeGMNpJ9RigcBSe5xSlTkhux5o++FUcYOcnvQRY1/DVidQ1lIQM4INfXOhQGDRLSI/woBXzd8KtLmuvEom8s+X93p719PQIY41TGAoxQUSbsk1HcSiCAyscBetSEqoyeOa4P4jeKodE0h7ctmWUcEH7tIq54r8VtVa+8TMI3ygBHFcKV+79Knv7qS8vpHkk3E5Oar4J280yDtfhSP+K9t/90/zr6tPWvlD4VZHj63/AN0/zr6vPWgaCua8ZZ/smTH/ADzNdLWH4mtZLnSZti8qhH14oGfIOpf8hKbP941VwzcL0q/rEDJqs6N8rBjwaotviUMg3A+nakSxRjhW65r6X+Eluy+H7d2PY187aPYtf6rFagb2c9R2r6v8F6SNJ0KCFgVdVpgkdIe3ehTliO1KowuOtV7i5jtbeSaQ4UCgs4H4n69HpulyQB+ZBjFfMshHmyO3dsj86734neIhqurCCJyVjY55615+cmIBuTmgk+mfhRrov9GFsHG6NRgV6UPevlX4e+JW0XVdu87HwMZr6fsb2O+tI5YjnKg0hot15X8YrUNoc84HRK9THAyTxXH/ABH0mXWPClzFajc5U0DPk0cqvvSN1J9sVcvrKawlFvMpEinBqpuzlccmmZtD7dd0kcf9419LfCHTDp+iuCMeYc1866TayXer28USkkEZr638MWJsdGtgy7f3YJoGjcHDY9qAeePWjIOT2x1rP1nVINI02S5lYfKMgZ60i7nmfxk1dIdJa3EnzFuma8U8N+H7jxJqKwwq23PzGtHxpr8viPXcIT5Rl6Z969t+FugW9hYC42IXcZHHIoJZylt8CEmiLvcbXx0Oa5bxT8K7vQIhLCTL3OBX05xjng1Xu7CC7iZJU3ZGOeaYrHx9oeiy6hriWjkhic7a+p9Mt10PwfCrDa0MJrBs/h5bWnihdSSLAGeBTviX4gi0jRvJ3ZZ0IIU9KAPAfGmrf21rrTlshCRXOLgsCKdO4aRvmySck0zK7yRwo6UCOj8Df8jTa/U19Z6Uf+JZD9K+TvAWH8VW4Bzg19ZacNmnwqeuKCkW81W1H/kHT/7hqxmq2o/8g2f/AHDSGz4213/kL3n/AF0P86z8+3StXxJbyQa5dxspO5yc/jWVklGUce5oEeg/DHX20/V47foJCBX07HIHijYHqoNfFun3sllqNtcxnhG5xX1J4D8RR6xosKs/74ccmgEdiKSRBLA6H+IYpwByRjHvTeGUjPPSgo+Zvin4afStWe6RSVY7uBXnO3A3+vNfX3ivwvb67YSI8e6QpgfWvn3Xvhpq+nzyOqZhHIwtMTOCxuOadv424qW8tpLKTZICD9KnsNNnvyPIGc8YxQSUgBuwDzVuLSr+eItBbs692A6V33hj4Wape3STzxERZycivaNO8L6XoWjukkUe0j5tw5zSEfKEkL27bJuHHY00EHAx3rp/HiWQ8RzfZV+UE9DxXMckqwPBPSgZ9AfBnt/uGvYScMK8h+DYCwByf4cYr1w5D80FD88muB+JZxoUn+4a737vOa4T4lFf7AlOMkqcCgGfLHBB+p/nQF+XJpCGDspG3BPWrFjaTXt5FbRjJc46UCPoz4NlU8JRGPLH/wCvXpo+Y5PBri/hpoz6H4cit5xh8V22Mtz+FBVxAhB4Ncd8Q7aObRGaRQSoJFdnwDXmvxY1lNP0ZI85aXIxmgTPmecv5sjKMFZD/Ovqn4a6rFd+Hra2VhvjUE18ryNJJ5ki4Ckk4r0v4VeK002/8m6k/wBZhVGaBI+lRxIRQRkEUyGZZYEmXkMAacoOc54NA2cx440Y6t4fmhiGXKkV8patYNpd/JaSqQ6sa+0vLwNu3Izk15P8Qfhv/aam7sYv3xYluO1Aj552qPmFJnPzHt0rV1bw/eaNOyXCnAPpVG0tWvZ/Ji5b0xTFYhLBk3uPpXZeFPA134kVpNpWILkHHetPw18MtU1G4jkki3QZBPy173pel2XhrRNhVUKJkjoaAsfLfiXw9c+Hrny5ozt9awyCRuQ8eld18SfEK6xq7xRABFOOa4XbtPyelAgAyvNdT8PiP+EqgA9K5ZQw+/xXVfDsLL4qiKdQOlAH1fY/8eEP+7Vk1VsCPsMIJx8tWSR60i0Q3n/HnL/uH+VfJ3xA/wCQ8Pqa+sL0gWUvf5SK+UviBE418/KTgmgTOSzQWyKQsMZxRkKR3zTJAU6kYg/d5o8t8ghSV9aAPdvgz0jr2wV4p8GUcBSykAd69rzikUJ2rjfiF/yArj/crsuOma4z4hH/AIkdzgZwlBR8qS/8fT/75qNgCMN0zzT5T/pcob5drE8063ge7uIoYlLNI2Bigk+hfgyduhKEBxuNersMgZ9a4f4X6LNpPh1FnUbic9K7gj5Tn1oKF6N+Fcp45t459CmaVQcKcZrq+uAPzrzz4qa5HpejhHPMh24BoJZ83PcnT9SuJ4xyHIFfUPw31E3/AIRt3LZkIGR+FfKc8pnupW/hLFq9X+FXi97O8W2lY+TjYFzQNH0PjvTv6VDFKJYElTkP+lSA7W2k8mgZwfxL0H+0tDmnVcuFOK+XpoZLZ3imQqyNgZr7ZurdLqAxyLuQnkV4x4/+Gk13cPc6dCFVjnGKCTwncfSlye44rX1Lw5qWlMRdR7ce1ZMWZpfKB5zjpTJsxpTJyh+SnwQPcvst1LN7V0uj+BdU1KULAp2HsRXsHgn4XJpjiW/hGevIoA8Cn0y+siXngaNT3IqmAY3/ALwNfQnxYj0iDSRGEQSgY+XAr5/kwG/dfrQA2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBO9T2f+uFQd6ns/9cKyq/Cejlv8VHURfcX6U8daZF9xfpTx1rwanxH6tgv4KA9aUUh60orfC/GjPMv4LLif6tfpTqan+rX6U6vv8B8CPw3O/wCMxaKKK9JbHg9UZmsf62z/AOuyfzr6j0H/AJAdn/1zFfLmsf62z/67J/OvqPQf+QHZ/wDXMV8zmHxH0WC+E06KKK887xDXg3x5/wCPmz/GveTXg3x5/wCPmz/Ggk8VooopkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACjPakYDYX7jtSgkMD270nG5v7p7UAdp4Q+H9z4rh86OQJj1r1TSvhBb2sSfaVSRu/FeSeFvHN74ajEcPIznHtXU/wDC89YQkLChHbK0Ae7aFoNnoVr5FrGq55OBWtyPSvnVvjpq/wAreRHuAwflpR8dNYI/1EX/AHzQNH0Tz6imSIsiGOQAqwwa+ef+F6av3gi/75o/4XrrGMG3iP8AwGgLnqGt/DfStRkaZYl3sfSvM/F3wnl023e6gkRUHOKjHx11jbgwRf8AfNZesfFvU9YtGt5kUKw7CgLnn0sYjmaJnVnX0q3o2pNp2oQSpnduHSqk0okd5Sq7mPUCo1YgqygblOeaAufZHhW+N9oNtLjkrya2u/UV8waJ8V9T0SyjhRQ2wYAI4rWHxz1jr5MX/fNA7n0QwyOcYqjqOlw6rbmG6CtGe2K8EHx11gt/x7xf980i/HTV1JzBGf8AgNA7ndap8J7C6d/sarHu715L4v8Ah7N4VLO0ytnkV0H/AAvTWSCPIhAPotcz4o+IN74mlzPGgjxjGKCWzndJ1WfRr2O5hdc56CvofwV8RrXU7KO3uJVWQDHJr5p5JyQuQcipre6ntJlkgkZGHoaATPteGaK5jDRkMvqKzdf0ZdcsHtn4BGATXz/oPxZ1DTBFbytlOjM3avStN+LelSwqbm4QHvg0DPJfF/gC90e8lNtC8qk/wjNY+i+CtT1uQRtbyQnPcYr6Fl+I/hGZN0lxbs3+2RTF+Ifg6LDwyW6t/s4FAEvgXwTD4d0tPM/1x712rFUUAscf3s153d/FjRhnyriM4HAz3rgfEXxjvpC1vbBfLPGVHNAz1Txf44sNCtXVZUeXbwAehr5w8U+KrnxLeO8jNsU8Cs3VNUutTnM80ztk5wTWcuecY560EtgCPLyOvSlz92kb5VwBS4Lbe1AI7P4VDPj23/3T/OvrA9a+UfhTx49twf7p/nX1caCkJUMiJIpDN8jDBFTZrD8RX32HT5JVODtJWgGeWfEL4Yfarx7zT0IDZJxXk3/CK6wt41sbSTZnGdtew6R8WoWlkttQaParY5rpo/iL4Nf5nktQx78UCOb+Hvw2jtDFf3CHzOuDXsKRqg47DpXGf8LP8LxgLFeQhfQMKztR+LWj26SNbzI5I4wc0Ad/dXUFrb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